From Symplectic Deformation to Isotopy - Equivariant Perspective
Offered By: Fields Institute via YouTube
Course Description
Overview
Explore a captivating 54-minute lecture by Liat Kessler from the University of Haifa, delving into the intricacies of symplectic deformation and its equivariant progression to isotopy. Gain valuable insights into this advanced mathematical topic as part of the Hamiltonian Geometry series hosted by the Fields Institute.
Syllabus
From symplectic deformation to isotopy, equivariantly
Taught by
Fields Institute
Related Courses
Moduli Spaces of Parabolic Connections and Parabolic Bundles and Geometric Langlands by M-H SaitoInternational Centre for Theoretical Sciences via YouTube Rigid Compact Complex Manifolds - Properties and Examples
IMSA via YouTube Homological Mirror Symmetry - Moduli Space of Non-Archimedean Holomorphic Disks Pt. II
IMSA via YouTube Deformations of Semi-Smooth Varieties
IMSA via YouTube Coassociative Fibrations in G2 Geometry
IMSA via YouTube